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4 64 8
0 32 1 33
0 32 1 33
0 32 1 33
0 32 1 33
2 34 3 35
2 34 3 35
2 34 3 35
2 34 3 35
4 36 5 37
4 36 5 37
4 36 5 37
4 36 5 37
6 38 7 39
6 38 7 39
6 38 7 39
6 38 7 39
8 40 9 41
8 40 9 41
8 40 9 41
8 40 9 41
10 42 11 43
10 42 11 43
10 42 11 43
10 42 11 43
12 44 13 45
12 44 13 45
12 44 13 45
12 44 13 45
14 46 15 47
14 46 15 47
14 46 15 47
14 46 15 47
16 48 17 49
16 48 17 49
16 48 17 49
16 48 17 49
18 50 19 51
18 50 19 51
18 50 19 51
18 50 19 51
20 52 21 53
20 52 21 53
20 52 21 53
20 52 21 53
22 54 23 55
22 54 23 55
22 54 23 55
22 54 23 55
24 56 25 57
24 56 25 57
24 56 25 57
24 56 25 57
26 58 27 59
26 58 27 59
26 58 27 59
26 58 27 59
28 60 29 61
28 60 29 61
28 60 29 61
28 60 29 61
30 62 31 63
30 62 31 63
30 62 31 63
30 62 31 63
0 4 2 6
4 0 6 2
2 6 0 4
6 2 4 0
1 5 3 7
5 1 7 3
3 7 1 5
7 3 5 1
3 7 1 5
7 3 5 1
1 5 3 7
5 1 7 3
2 6 0 4
6 2 4 0
0 4 2 6
4 0 6 2
1 5 3 7
5 1 7 3
3 7 1 5
7 3 5 1
0 4 2 6
4 0 6 2
2 6 0 4
6 2 4 0
2 6 0 4
6 2 4 0
0 4 2 6
4 0 6 2
3 7 1 5
7 3 5 1
1 5 3 7
5 1 7 3
1 5 3 7
5 1 7 3
3 7 1 5
7 3 5 1
0 4 2 6
4 0 6 2
2 6 0 4
6 2 4 0
2 6 0 4
6 2 4 0
0 4 2 6
4 0 6 2
3 7 1 5
7 3 5 1
1 5 3 7
5 1 7 3
0 4 2 6
4 0 6 2
2 6 0 4
6 2 4 0
1 5 3 7
5 1 7 3
3 7 1 5
7 3 5 1
3 7 1 5
7 3 5 1
1 5 3 7
5 1 7 3
2 6 0 4
6 2 4 0
0 4 2 6
4 0 6 2
This is the rate 2/3 Ungerboeck code with 64 states for 8-PSK (natural mapping).
The states are defined in typical way.
d_free^2 = 2.52^2 Es --> 8.01 dB (so gain of 5.01 dB over uncoded QPSK)
parity check matrix in octal: [074 036 105]
generator matrix:
[1 D 0
D^5 D^2+1 D^4+D^3+D^2+D]
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